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- Bucharest Universty of Economic Studies
- Babes-Bolyai University
- George Emil Palade University of Medicine, Pharmacy, Science, and Technology of Târgu Mureș
- UNIVERSITATEA DE MEDICINA SI FARMACIE IULIU HATIEGANU
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according to the project work plan, including establishment and maintenance of primary PBMC cultures, cellular stimulation experiments, and functional immune response assays. Contribute to the analysis and
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that require in-depth knowledge of analysis and synthesis methods, as well as the ability to use them in the project field. Where to apply E-mail daniela.cadis@ubbcluj.ro Requirements Research FieldBiological
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Deadline 16 Mar 2026 - 16:00 (Europe/Bucharest) Country Romania Type of Contract Temporary Job Status Part-time Hours Per Week 12 Offer Starting Date 1 Apr 2026 Is the job funded through the EU Research
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. Knowledge in project field. Selection process Please see the website. Website for additional job details https://resurseumane.ase.ro/a-study-of-consumer-trust-in-online-reviews-and-soc… Work Location(s
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. Knowledge in project field. Selection process Please see the website. Website for additional job details https://resurseumane.ase.ro/a-study-of-consumer-trust-in-online-reviews-and-soc… Work Location(s
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Postdoc Positions Application Deadline 10 Mar 2026 - 16:00 (Europe/Bucharest) Country Romania Type of Contract Temporary Job Status Part-time Hours Per Week 10 Offer Starting Date 1 Apr 2026 Is the job
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the physicochemical analysis of food products as part of the MicroCAPS project. Required Experience / Skills: The candidate should have knowledge and practical experience in techniques such as: Solid
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of the methods of analysis and synthesis of research methodologies, as well as the ability to use them in the project field. Where to apply E-mail gabriel.katona@ubbcluj.ro Requirements Research
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) Positions Postdoc Positions Application Deadline 23 Jan 2026 - 15:30 (Europe/Bucharest) Country Romania Type of Contract Temporary Job Status Part-time Hours Per Week 21 Offer Starting Date 16 Feb 2026 Is the
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the perspective of the nonlinear governing equations and their associated boundary conditions. Emphasis will be placed on the derivation (and the subsequent analysis) of exact solutions concerning the propagation